# How many spherical balls each of radius 1 cm can be made from a solid sphere of radius 12cm?

Table of Contents

- 1 How many spherical balls each of radius 1 cm can be made from a solid sphere of radius 12cm?
- 2 How many balls each of radius 1 cm can be made from a sphere of radius 4 cm?
- 3 How many spherical balls are in 1 cm of radius?
- 4 How many lead was each of radius 1 cm can be made from a sphere of radius 8 cm?
- 5 How many spherical balls of radii 2 cm can be placed completely in a cubical box 8cm?
- 6 How many bullets can be made from a sphere of 8 cm radius if the radius of the cullet is 0.2 cm?
- 7 How many spherical balls are there in the world?
- 8 What is the volume of a sphere in cm3?

## How many spherical balls each of radius 1 cm can be made from a solid sphere of radius 12cm?

Hence 1728 balls can be made .

### How many balls each of radius 1 cm can be made from a sphere of radius 4 cm?

512 balls can be made.

**How many balls each of radius 1 cm can be made by melting a bigger ball whose diameter is 8 cm?**

We can make 512 balls of radius 1 cm out of solid sphere of radius 8 cm.

**What is the maximum number of spherical balls of radius 1 cm each that can be placed inside a cubical box of height 10 cm?**

The volume of a sphere of a radius of 10 cm = (number of balls of radius 1 cm) X (Volume of spherical balls with radius 1 cm). Following the above equation, we will get our final result. The number of balls is 1000. Therefore, option (a) is the correct answer to this question.

## How many spherical balls are in 1 cm of radius?

Answer : 512 numbers of balls can be made of radius 1 cm from a solid sphere of lead of radius 8 cm. Hence , 512 numbers of balls can be made of radius 1 cm of a solid sphere of radius 8 cm.

### How many lead was each of radius 1 cm can be made from a sphere of radius 8 cm?

hence 512 no of balls can be made of radius 1cm from a solid sphere of radius 8cm.

**How many balls each of radius 2 cm can be made by melting a big ball whose radius is 8 cm?**

Required number of balls = 64 .

**How many spherical balls each of radius 1cm can be made from a solid sphere of lead of radius 8cm?**

Hence , 512 numbers of balls can be made of radius 1 cm of a solid sphere of radius 8 cm.

## How many spherical balls of radii 2 cm can be placed completely in a cubical box 8cm?

15.27 spherical balls can be fitted inside the given cubical box. OR 15 complete spherical balls can be fitted inside the given cubical box.

### How many bullets can be made from a sphere of 8 cm radius if the radius of the cullet is 0.2 cm?

So 64000 bullets can be made from the sphere.

**What is the number of wax balls each of radius 1 cm that can be molded out of a sphere of radius 8 cm?**

Therefore, 512 balls can be made of radius 1 cm each with a solid sphere of radius 8 cm.

**How many balls each of radius 1cm can be made from a solid sphere of lead of radius 8cm?**

## How many spherical balls are there in the world?

Why some doctors in the know no longer prescribe blood pressure drugs. Now to find no. of spherical ball we have to divide the volume of cube to that of volume of spherical ball. Therefore number of spherical balls made are 2541. =2541.

### What is the volume of a sphere in cm3?

2. The volume of a sphere is 38808 cm3; find its diameter and the surface area. 3. A spherical ball of lead has been melted and made into identical smaller balls with radius equal to half the radius of the original one. How many such balls can be made?

**How many balls can be made from one cone?**

Ans: 125 balls can be made. A solid metallic cone of height 10 cm, radius of base 5 cm is melted to make spherical balls each of 2 cm diameter. How many such balls can be made?

**How do you find the radius of a right circular cone?**

The radius and height of a right circular cone are in the ratio 5:12 and its volume is 2512 cubic cm. Find the radius and slant height of the cone. (Take π = 3.14) 5. Two right circular cones x and y are made, x having three times the radius of y and y having half the volume of x.

https://www.youtube.com/watch?v=Zm-nv51TAhY